E1 – Electrical Fundamentals # 1 - Atoms and Electrons, Ohms Law, and Resistance.
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Transcript of E1 – Electrical Fundamentals # 1 - Atoms and Electrons, Ohms Law, and Resistance.
![Page 1: E1 – Electrical Fundamentals # 1 - Atoms and Electrons, Ohms Law, and Resistance.](https://reader038.fdocuments.in/reader038/viewer/2022102705/55145bfc550346b0158b4670/html5/thumbnails/1.jpg)
E1 – Electrical Fundamentals
# 1 - Atoms and Electrons, Ohm’s Law, and Resistance
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© 2005 Refrigeration Training Services - E1#1 Atoms,Electron,Ohms Law,Resistance v1.0 2
Atoms
• Nucleus: the center– Made up of neutrons and protons
• Neutrons– Neutral particles– Neither positive nor negative
• Protons– Positively charged particles
• Electrons– Negatively charged particles– Orbit around the nucleus
8+8n
1 Oxygen atom
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© 2005 Refrigeration Training Services - E1#1 Atoms,Electron,Ohms Law,Resistance v1.0 3
Molecules
• Atoms can combine to form molecules
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© 2005 Refrigeration Training Services - E1#1 Atoms,Electron,Ohms Law,Resistance v1.0 4
1 Hydrogen atom1 proton 1 electron
1+ 1+
8+8n
1 Oxygen atom8 protons 8 neutrons 8 electrons
1 Molecule of Water
2 Hydrogen
+ 1 Oxygen =H2O
1+
8+8n
1 Hydrogen atom
1 proton 1 electron
1+
Molecules
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© 2005 Refrigeration Training Services - E1#1 Atoms,Electron,Ohms Law,Resistance v1.0 5
Positive and Negative Charges
• Balanced charge: electrons equal protons
• Unbalanced charge: allows electrons to flow– Negative charge: more electrons than protons– Positive charge: less electrons than protons
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10 Protons and 10 Electrons
“Neutral”
1+ 1+
8+8n
Balanced Charge
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10 Protons and 9 Electrons
“Positive”
1+ 1+
8+8n
Positively Charged Molecule
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© 2005 Refrigeration Training Services - E1#1 Atoms,Electron,Ohms Law,Resistance v1.0 8
10 Protons and 11 Electrons
“Negative”
1+ 1+
8+8n
Negatively Charged Molecule
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© 2005 Refrigeration Training Services - E1#1 Atoms,Electron,Ohms Law,Resistance v1.0 9
Conductors
• Free electrons easily leave their orbits
• Materials with free electrons are conductors
• Copper atoms have a free electron
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Copper Atom
Nucleus of neutrons and protons
Valence or ‘free’ electron
29 electrons
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© 2005 Refrigeration Training Services - E1#1 Atoms,Electron,Ohms Law,Resistance v1.0 11
Current flow in a Conductor
• Free electrons can be forced to move from atom to atom by:
1. Friction – Static electricity
2. Chemical – Batteries
3. Magnetic (induction) - Generator
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Copper is a good conductor
Current flow through copper
Empty space attracts free
electron
Voltage knocked electron free
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OHM’s Law
• 1 volt will push 1 amp through 1 ohm of resistance• Electromotive force = Intensity x Resistance
E = I x R
E = IR– Electromotive force (E) = Volts– Intensity (I) = Amps– Resistance (R) = Resistance in Ohms (Ω)
Note: E = I x R can also be expressed as
Volts = Amps x Resistance
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Using Ohm’s Law Equation
1. E = I x R
(Volts = Amps x Resistance)
2. Solving for I, divide R into E:
E R = I, or
E/R = I3. Solving for R, divide I into E:
E I = R, or
E/I = R
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Intro to the Math Behind Ohm’s Law
2 =20 5x
5 5
50 x
You may divide both sides of an equation
by any number (except 0.)
=20 520 x
20=20
=20 5100 x
5
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10=amps 5x
The Math Behind OHM’s Law #1
E = I Rx
E = I x RFor example: 10 volts = (2 amps) x (5 ohms)
Solve for I: Solve for amps:552RR
10= ohms2 xE = I RxSolve for R: Solve for ohms:
225II
Solve for E: Solve for volts:E = I x R volts = 2 x 510
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10=amps 5x
The Math Behind OHM’s Law #2
E = I Rx
10=2 ohmsxE = I Rx
Solve for I: Solve for amps:
Solve for ohms:Solve for R:
E = I x RFor example: 10 volts = (2 amps) x (5 ohms)
2
5
Solve for E: Solve for volts:E = I x R volts = 2 x 510
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What is the voltage supplied to the following circuit?
E = IR
Solve for E (voltage):
E = 5 amps x 24 Ω
E = 5 x 24
E = 120 volts
R = 24 Ω
I = 5 ampsE = ? V
Ohm’s Law Example 1:
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Ohm’s Law Example 2:
E = IR Solve for I (intensity in amps):E R = I120 v 10 Ω = ? amps120 10 = 12 amps
R = 10 Ω
I = ? ampsE = 120 V
What is the current (intensity in amps) in the following circuit?
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What is the resistance (ohms) of the load below?
E = IR
Solve for R (Resistance in ohms):
E I = R
120 v .83 amps = ? Ω
120 .83 = 145 Ω
R = ? Ohms Ω
I = .83 ampsE = 120 V
Ohm’s Law Example 3:
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Ohm’s Law Disc
• Using a “disc” is another way to solve the Ohm’s Law equation
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E
RII = Intensity
(Amps)
OHM’s Law Disc
R = Resistance(OHMS Ω)
E = Electromotive Force(Volts)
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E=I x RR=E
I
OHM’s Law Disc
I=ER
To find Voltage
E
RI
To find CurrentTo find Resistance
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ERI
To find Resistance
R =EI
ERI
To find Current
I =ER
ERI
To find Voltage
E =I x R
ERI
E = Electromotive Force(Volts)
I = Intensity(Amps)
R = Resistance(OHMs Ω)
Reviewing OHM’s Law Disc
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Calculating Electrical Power
• “Power is the rate at which work is done.”
• Power = Intensity x Electromotive force
• P = IE• Power (watts) = Amps x Volts
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Ohm’s Law Example 4:
Power (watts) = Amps x Volts
Power = Intensity x Electromotive force
P = IEP = 15 amps x 120 volts
P = 15 x 120
P = 1800 Watts
Example 4: What is the power consumption of an electric circuit using 15 amperes and 120 volts?
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Power (watts) = Amps x Volts
Power = Intensity x Electromotive force
P = IE solve for IP E = I4800 watts 240 volts = I (amps)
4800 240 = 20 Amps
Ohm’s Law Example 5:
Example 5: What is the current of an electric heater rated at 4800 watts on 240 volts?
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Power = Amps2(squared) x Ohms
Power = Intensity2 x Resistance
P = I2R
P = 52 amps x 10 ohms
P = 52 x 10
P = 25 x 10
P = 250 Watts
Ohm’s Law Example 6:Example 6: What is the power of an electric circuit with 5 amps current and 10 ohms resistance?
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Ohm’s Law Wheel
• All applications of Ohm’s Law formulas can be represented as the spokes of a wheel.
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P is Power in Watts I is Intensity in Amps
R is Resistance in OhmsE is Electromotive force in Volts
I2 R
P.I
E2
RER P
E
E.I
E2
P
IE
IRPI2
PR
PRPE
IR
Ohms Law WheelOhms Law WheelOhms Law WheelOhms Law Wheel
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© 2005 Refrigeration Training Services - E1#1 Atoms,Electron,Ohms Law,Resistance v1.0 31
Resistance & Loads
• Resistance:– Opposition to electron flow in the circuit– Measured in ohms (Ω)
• Loads:– Must have some resistance– Provide a path for electron flow
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© 2005 Refrigeration Training Services - E1#1 Atoms,Electron,Ohms Law,Resistance v1.0 32
Compare resistance to crossing a river
• Resistance is the open space between the shores
• Cars represent electrons
• Bridges represent loads
• Without bridges there is no way the cars can cross
• This is known as “infinite” resistance
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Go Team!
Infinite Resistance
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© 2005 Refrigeration Training Services - E1#1 Atoms,Electron,Ohms Law,Resistance v1.0 34
A load is added
• The load provides a path for electrons
• There is still high resistance to flow
• But it is no longer infinite resistance
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Go Team!
But there is still High Resistance
A small load provides a path for some of the electrons
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More load is added
• Less resistance
• More electron flow
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Go Team!
The resistance is lower
Lower resistance means more electrons, or current flow.
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Low or no resistance can be bad
• The lower the resistance,– The higher the electron flow
• If the current flow is out of control, – The circuit is overloaded
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Go Team!
Overload
OVERLOAD
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Resistance, Watts, and Amps
• Load resistance affects amps and watts
• The lower a load’s resistance,
• The higher it’s amps and watts
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Infinite Resistance
∞ Ohms (R)
OPEN
Circuit BreakerTrips
No Watts (P)
No Amps (I)
10 W 1500 Ohms .08 A
100 W 150 Ohms .8 A
8 A 1000 W 15 Ohms
BOOM
L1 N
High Watts & High Amps
0 Ohms
(Note: approximate values in an alternating current 120v circuit)How Resistance affects Amps and Watts
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